I was wondering if there was a way to calculate the expected amount of aberration that can be expected given a certain material, prism amount and eye size. Usually the best ABBE value is called for but a certain point, wouldn't the thickness cause more aberration than the same specifications in a material that has a worse ABBE value but will make the thickness come out about half as thick?
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I think the answer is that there is rough correspondence between chromatic aberration and index (thinness). You can make a thinner prism with more chromatic aberration, or a thicker prism with less chromatic aberration.
In reality, you're asking the same question as we do when trying to get a high minus pair of glasses optimized.
So...find the material with the highest index and the best abbe and use it. (I think it's Hoya's 1.71?)
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LCA’s are the most troublesome form of aberrations. One of Daryll’s excellent papers he left us is on Chromatic Aberrations. Scroll down to the section on Lateral Chromatic Aberrations. Abbe values are alway the most important element in visual degradation due to LCA’s. There is a formula and chart to demonstrate. (All opticians that deal with prismatic patients need to be aware of this…)
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Originally posted by drk View PostI think the answer is that there is rough correspondence between chromatic aberration and index (thinness). You can make a thinner prism with more chromatic aberration, or a thicker prism with less chromatic aberration.
In reality, you're asking the same question as we do when trying to get a high minus pair of glasses optimized.
So...find the material with the highest index and the best abbe and use it. (I think it's Hoya's 1.71?)
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The amount of deviation of light (all colors) is a function of how much index difference there is at the slanted interfaces (how much "braking" and "accelerating" for the light) and the angle of the interfaces (or, alternatively, the apical angle which controls the angle of the interfaces) (which corresponds to how much "slip one wheel has while the other wheel keeps turning").
It's not how long the light stays in the medium itself. If what you're thinking were true, then a thin plate glass would have zero chromatic aberration but a thick plate glass wall would have chromatic aberration. No refraction or light bending occurs in any medium.
Another way to think about it would be...does light travelling from Planet Fester through a non-negligible index (hot gas emanating from Planet Fester) end up "red shifted" (if Planet Fester and Earth are completely still relative to one another)? No.
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Originally posted by optical24/7 View PostLCA’s are the most troublesome form of aberrations. One of Daryll’s excellent papers he left us is on Chromatic Aberrations. Scroll down to the section on Lateral Chromatic Aberrations. Abbe values are alway the most important element in visual degradation due to LCA’s. There is a formula and chart to demonstrate. (All opticians that deal with prismatic patients need to be aware of this…)
http://216.144.236.77/cecourse.php?u...ic_aberration/
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Originally posted by Prentice Pro 9000 View PostI was wondering if there was a way to calculate the expected amount of aberration that can be expected given a certain material, prism amount and eye size. Usually the best ABBE value is called for but a certain point, wouldn't the thickness cause more aberration than the same specifications in a material that has a worse ABBE value but will make the thickness come out about half as thick?
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Hope this helps,
Robert MartellaroLast edited by Robert Martellaro; 11-30-2023, 10:24 AM.Science is a way of trying not to fool yourself. - Richard P. Feynman
Experience is the hardest teacher. She gives the test before the lesson.
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Originally posted by drk View Post
Another way to think about it would be...does light traveling from Planet Fester through a non-negligible index (hot gas emanating from Planet Fester) end up "red shifted" (if Planet Fester and Earth are completely still relative to one another)? No.
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